FRM- 2 Flashcards
Return on Portfolio of 2 Assets
- Weighted- Average of Returns on Individual Assets
2. Investor to Invest Fully
Standard Deviation of Portfolio of 2 Assets
- Not Weighted- Average of Standard Deviation of Returns on Individual Assets
- Cross- Terms are Involved and Weights Do Not Add to One
Standard Deviation
Volatility of Returns
Delineating
Representing Pictorally
Correlation
+1 To -1
Correlation= +1
- Nothing has been Gained from Diversifying
2. Straight Line in Return- Risk Space
Correlation= -1
- Less Risk
- Positive Investments in Both Assets is Required to Have a Zero- Risk Portfolio
- Graph is Between Risks of Both Securities and Zero- Risk
Power of Diversification of Investments
Reduce Risk
For Correlation Between -1 & +1
- Graph will Lie in the Region Between Straight Line for Correlation +1 & Correlation -1
- Positive Investments
Value of Correlation Can Be Such That
Minimum Risk of Portfolio Cannot Be Less Than the Risk of Least- Risky Asset in the Portfolio
Portfolio Possibility Curve
Curve Along Which All Possible Combinations of Assets Must Lie in Return- Risk Space
Concave Curve
- Higher- Return and Higher- Risk
2. Return of the Portfolio Will Be Greater Than for Same Portfolio With Correlation =+1
Convex Curve
- Higher- Return and Lower- Risk
2. Risk of a Portfolio Will Be Less Than for Same Portfolio With Correlation =+1
Minimum Variance Portfolio
Value of Investment
Combination of Two Portfolios of Same Assets
Is a Portfolio of That Same Assets